Intimidator eNVy neighborhood vehicle, Руководство пользователя

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C
h
ar
ge
T
ime R
e
ma
in
in
g
–
D
isp
lays
t
h
e
est
im
at
ed cha
rg
e
ti
m
e
rem
ain
in
g in m
in
u
te
s.
Ou
tp
u
t
C
u
rr
e
n
t
–
D
isp
lays
the D
C o
u
tpu
t
cur
rent
in a
m
p
s.
Amp
-Ho
u
rs
C
h
ar
ge
d
–
D
isp
lays
the
nu
m
b
er
o
f a
m
p
-h
o
u
rs charg
ed.
B
atter
y Vo
lta
ge
–
D
isp
lays
the batt
ery
pack
vo
ltag
e
in
v
o
lts
B
atter
y S
ta
te o
f C
h
ar
ge
–
D
isp
lays
t
h
e
est
im
at
ed Stat
e
o
f Char
ge
(S
OC)
o
f t
h
e
b
att
er
y pack
as
a
p
erce
n
tage
and
gra
p
h
ical
ly
.
Auto
B
atte
ry
Vo
lta
ge
Dete
cti
o
n
(
if en
ab
le
d
)
–
Wh
en
Au
to
V
o
ltag
e M
o
d
e
is
act
iv
e
thi
s fi
eld
d
isp
lays
the
st
atus
o
f t
h
e
p
ro
p
rietar
y alg
o
rith
m
t
h
at
s
elec
ts
t
h
e
co
rr
ect
v
o
ltag
e s
et
tin
gs f
o
r t
h
e
cha
rg
er.
Se
e t
h
e “
Au
to
Vol
ta
g
e M
od
e”
s
ec
tion
for
de
ta
ils
rega
rd
in
g
Au
to Vol
tag
e
M
od
e.
Dete
cted
B
atter
y Pac
k Vo
lta
ge
(
if en
ab
le
d
)
–
When
A
u
to
V
o
ltag
e M
o
d
e
is
act
iv
e,
t
h
is field
d
isp
lays
the
dete
cte
d
ba
tt
ery
p
ack
v
o
ltag
e
o
n
ce
th
e
p
ro
p
rietar
y al
go
rith
m
m
enti
o
n
ed in
t
h
e
Au
to
Ba
tt
er
y V
o
ltag
e D
et
e
ctio
n
re
ach
es
1
00
%
c
o
m
p
let
io
n
.
M
an
u
al
S
to
p
/S
ta
rt
B
u
tto
n
–
Tapp
in
g t
h
is bu
tt
o
n
will s
to
p
a
cha
rg
e
cy
cle
(
red b
u
tt
o
n
)
o
r st
art
a
cha
rg
e
cy
cle
(gr
ee
n
bu
tto
n
).
M
an
u
al
E
q
u
al
iz
e
/B
al
an
ce
B
u
tto
n
–
If
the a
ctiv
e
b
at
te
ry
p
ro
fil
e
in
clu
d
es
an
E
q
u
al
iz
e
o
r
Bal
an
ce
p
h
as
e,
thi
s bu
tt
o
n
will b
e
activ
e,
o
ther
wise
it
w
ill
b
e
graye
d
o
u
t.
T
h
e
Equ
ali
ze
an
d
Balan
ce
ph
ases
o
f ba
tt
er
y pro
fil
es
ar
e
ty
p
ical
ly
trig
gered based
o
n
a
vari
ety
o
f
ev
ents
(a
c
er
tain
nu
m
b
er
o
f
cha
rg
e
cy
cles
o
ccur
rin
g, e
tc).
This b
u
tto
n
pr
o
vid
es
a
m
et
h
o
d
t
o
m
an
u
all
y t
rig
ge
r an Equ
ali
ze
o
r Balan
ce
to
o
ccur
if
instru
ct
ed t
o
do
so
b
y y
o
u
r
b
att
ery
m
an
u
facturer,
distr
ib
u
to
r,
o
r deal
er
. T
h
is
bu
tt
o
n
w
ill al
so
be
gray
ed
o
u
t
if
t
h
e
ac
tiv
e
cha
rg
e c
ycl
e
alr
eady
h
as
an
E
q
u
ali
ze
o
r Bal
an
ce
p
h
ase
trig
gered.
82